Mechanics of Shoulder Strength.
Last updated Thursday, February 10, 2005
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Figure 1 - The moment arm
Figure 2 - Muscles are usually stronger near the middle of their excursion
Figure 3 - The points of application of a muscle force are not necessarily the same as that muscle's
Figure 4 - The anterior deltoid is a more effective internal rotator when the arm is in external rotation
Figure 6 - Anterior deltoid
Figure 7 - The cross-body and internal rotation moments of the anterior deltoid must be resisted by other muscles (such as the posterior deltoid and the infraspinatus)
Introduction
Strength is essential to carry out the functions of the shoulder. Many
different muscles are required to power the shoulder because of the
need to control both humeroscapular and scapulothoracic positions and
to allow the vast range of motions of these articulations. For normal
function, each muscle must be healthy, conditioned, securely attached,
and coordinated.About shoulder strength
For normal individual function each muscle must be intrinsically
healthy, conditioned, attached securely to bone at both ends, and
connected to the central nervous system by a healthy nerve supply. To
contribute properly to the function of the shoulder, all the muscles
around the shoulder must be activated by coordinated input from the
central nervous system.
The strength of a given shoulder action is determined by the net
torque created by the muscles responsible for this action. The torque
resulting from a muscle's action is determined by the magnitude and
direction of the muscle force and by the distance between the point of
application of this force and the center of movement, the moment arm.
The magnitude of force deliverable by a muscle is determined by its
size, health, and condition. It is also affected by the length of the
muscle in the specified position of the shoulder: muscles are usually
stronger near the middle of their excursion.
The points of application of a muscle force are not necessarily the
same as that muscle's anatomic origin and insertion. For example, the
effective humeral point of application for cuff tendons wrapping around
the head is on the articular surface of the humeral head.
Finally, the direction of a given muscle force is also determined by
the position of the joint. The anterior deltoid is a more effective
internal rotator when the arm is in external rotation.
Changes in the direction and the point of application of a muscle
force in different joint positions have a profound effect on the moment
arm, and therefore, the torque that results from a given magnitude of
muscle force.
Thus we see that each of the major determinants of a given muscle's
contribution to torque is affected by joint position. It is apparent
that maximizing shoulder strength must include positioning to optimize
the contributions of the component muscles. This positioning is
facilitated by the mobility of the scapula, which, for example, enables
the anterior deltoid to remain within an optimal length as the arm is
moved forward in an activity such as the supine press. This action can
also be seen on the supine press exercise video listed below.
One of the relatively unexplored facets of active shoulder motion is
the requirement for strict muscular balance. In the knee, the muscles
generate torques primarily about a single axis: that of
flexion-extension. If the quadriceps pull is a bit off-center, the knee
still extends. In the shoulder, no such fixed axis exists. In a
specified position, each muscle creates a unique set of rotational
moments. The anterior deltoid exerts moments in forward elevation,
internal rotation, and cross-body movement. If elevation without
rotation in the plus 90 degree (sagittal) plane is desired, the
cross-body and internal rotation moments of this muscle must be
resisted by other muscles (such as the posterior deltoid and
infraspinatus) at an additional energy cost. As another example, the
latissimus dorsi cannot internally rotate the elevated arm unless other
muscles resist its adduction moment. Conversely, it cannot act as a
pure adductor unless other muscles resist its internal rotation moment.
The timing and magnitude of these balancing muscle effects must be
precisely coordinated to avoid unwanted directions of humeral motion.
For a ballerina to hold her arm motionless above her head, all the
forces and torques exerted by each of her shoulder muscles must add up
to zero. Thus the simplified view of muscles as isolated motors must
give way to an understanding that the shoulder muscles function
together in a precisely coordinated way to yield the desired effect.
Opposing muscles work to cancel out undesired effects. Even the concept
of force couples may be an oversimplification. Perhaps the best way to
present the concept of muscle balance is to state that the summation of
all the muscle actions around the joint must provide (1) joint
stability, and (2) the torque necessary to carry out only the action
desired. This degree of coordination requires a preprogrammed strategy
or pattern that must be established before the motion is carried out.
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